TL;DR
This paper introduces the upper moduli part of adjunction, explores its fundamental properties, and establishes its nefness and boundedness in specific cases, contributing to the understanding of the structure of algebraic varieties.
Contribution
It defines the upper moduli part of adjunction and proves its nefness and boundedness properties in particular cases, advancing the theory of adjunction.
Findings
The upper moduli part satisfies the BP in the case of rational multiplicities.
The moduli part is nef in the maximal case.
Basic properties of the upper moduli part are established.
Abstract
Upper moduli part of adjunction is introduced and its basic property are discussed. The moduli part satisfies the BP in the case of rational multiplicities and is nef in the maximal case.
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Taxonomy
TopicsAlgebraic Geometry and Number Theory · Polynomial and algebraic computation · Advanced Algebra and Geometry